%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
iovemydad
2014-08-29T15:44:23+10:00
2014-08-29T15:44:23+10:00
2014-08-29T15:44:23+10:00
Adobe Illustrator CS6 (Macintosh)
180
256
JPEG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uuid:3964dbcb-80e2-cb46-bdb8-25e3582e15f8
xmp.did:FD7F1174072068119109B9C1AC0A5469
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:FB7F1174072068119109B9C1AC0A5469
xmp.did:FB7F1174072068119109B9C1AC0A5469
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FB7F1174072068119109B9C1AC0A5469
2014-08-29T15:25:30+10:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:FD7F1174072068119109B9C1AC0A5469
2014-08-29T15:44:21+10:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
False
1
595.280273
841.889648
Pixels
ArialMT
Arial
Regular
Open Type
Version 5.01.2x
False
Arial.ttf
BurstMyBubble
Burst My Bubble
Regular
TrueType
Version 1.00 June 27, 2007, initial release
False
BurstMyBubble.ttf
CaneletterSansThinPersonal
Caneletter Sans Thin Personal
Regular
Open Type
Version 1.000
False
CaneletterSansThin_PersonalUse.otf
CatsHandwriting
CatsHandwriting
Medium
TrueType
Version 001.000
False
CatsHandwriting.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000001
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
12 0 obj
<>stream
H\W[d;UxuL~$B|$._""ҧ5tΌ|_~YբWo?Z?-ݯk;?4~Y3^,._{_h6c^vyĺlW<5|XGζ
/mk즀 fzE7 ۵